Intrinsic priors for testing exponential means
In Bayesian model selection or testing problems of different dimensions, one cannot utilize standard or default noninformative priors, since these priors are typically improper and are defined only up to arbitrary constants.
Kim, Seong W.
core
A Representation Theorem and Applications to Measure Selection
with Uncertainty (ECSQARU-2003). We introduce a set of transformations on the set of all probability distributions over a finite state space, and show that these transformations are the only ones that preserve certain elementary probabilistic ...
Noninformative Priors, Manfred Jaeger
core
Noninformative priors for product of exponential means
Sang Gil Kang, Dal Ho Kim, Woo Dong Lee
openaire +2 more sources
Default Priors for Neural Network Classification
Feedforward neural networks are a popular tool for classification, offering a method for fully flexible modeling. This paper looks at the underlying probability model, so as to understand statistically what is going on in order to facilitate an ...
Herbert K. H. Lee
core
Bayes factor hypothesis testing in meta-analyses: Practical advantages and methodological considerations. [PDF]
Mulder J, van Aert RCM.
europepmc +1 more source
Impact of Methicillin-Resistant <i>Staphylococcus aureus</i> Nasal Screening in Lower Respiratory Tract Infections: A Systematic Review Incorporating Network and Bayesian Meta-Analyses. [PDF]
Timbrook TT, Zhang Z, Krekel T.
europepmc +1 more source
Noninformative Priors for Multivariate Linear Calibration
This paper derives a class of first order probability matching priors and a complete catalog of the reference priors for the general multivariate linear calibration problem.
Yin, Ming
core
Sensitivity analysis in Bayesian clinical trials was underused and poorly reported: a systematic survey. [PDF]
Yao M +10 more
europepmc +1 more source
Prior Ground: Selection of Prior Distributions When Analyzing Clinical Trial Data Using Bayesian Methods. [PDF]
Siddique J, Aghabazaz Z.
europepmc +1 more source
Path Analysis With Mixed-Scale Variables: Categorical ML, Least Squares, and Bayesian Estimations. [PDF]
Liang X, Castro P, Cao C, Lo WJ.
europepmc +1 more source

